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spaces/S000038/properties/P000082.md
spaces/S000038/properties/P000241.md
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+---
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+space: S000038
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+property: P000241
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+value: true
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+
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+Let $p=(0,0)\in X$.
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+Given a point $x\in X$, choose some $q>x$.
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+The interval $[p,q)$ is a neighborhood of $x$ that is homeomorphic to {S210}.
spaces/S000158/README.md
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name: General Topology (Willard)
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-The subspace $I=[0,1]=\{t\in \mathbb R : 0\leq t \leq 1\}$ of {S25} $\mathbb{R}$.
+The subspace $I=[0,1]=\{t\in \mathbb R : 0\leq t \leq 1\}$ of {S25}.
spaces/S000158/properties/P000241.md
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+space: S000158
+By inspection.
spaces/S000210/properties/P000241.md
+space: S000210
+By definition.
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